{
\def\sym#1{\ifmmode^{#1}\else\(^{#1}\)\fi}
\begin{tabular}{l*{5}{c}}
\toprule
            &\multicolumn{1}{c}{(1)}   &\multicolumn{1}{c}{(2)}   &\multicolumn{1}{c}{(3)}   &\multicolumn{1}{c}{(4)}   &\multicolumn{1}{c}{(5)}   \\
\midrule
$\beta$\textsubscript{1865}&      -0.274   &      -0.274   &      -0.274   &      -0.274   &      -0.274   \\
            &     [0.213]   &     [0.172]   &     [0.192]   &     [0.193]   &     [0.553]   \\
$\beta$\textsubscript{1867}&      -0.755*  &      -0.755   &      -0.755   &      -0.755   &      -0.755***\\
            &     [0.427]   &     [0.586]   &     [0.569]   &     [0.476]   &     [0.183]   \\
$\beta$\textsubscript{1868}&      -1.801***&      -1.801** &      -1.801***&      -1.801** &      -1.801***\\
            &     [0.627]   &     [0.718]   &     [0.603]   &     [0.741]   &     [0.358]   \\
$\beta$\textsubscript{1869}&      -1.643***&      -1.643***&      -1.643***&      -1.643***&      -1.643***\\
            &     [0.400]   &     [0.615]   &     [0.544]   &     [0.514]   &     [0.186]   \\
$\beta$\textsubscript{1870}&      -1.910***&      -1.910***&      -1.910***&      -1.910***&      -1.910***\\
            &     [0.502]   &     [0.637]   &     [0.591]   &     [0.572]   &     [0.277]   \\
Controls    &           Y   &           Y   &           Y   &           Y   &           Y   \\
Country\textsubscript{o} FE&           Y   &           Y   &           Y   &           Y   &           Y   \\
I(Brit bank\textsubscript{ot})&           Y   &           Y   &           Y   &           Y   &           Y   \\
Country\textsubscript{dt}&           Y   &           Y   &           Y   &           Y   &           Y   \\
\midrule
N           &        2919   &        2919   &        2919   &        2919   &        2919   \\
Clustering  &Orig country   &Dest country   &Orig-Dest pair   &Multi: Orig, Dest   &Multi: Orig, Dest, year   \\
Adj. R{$^2$}&       0.557   &       0.557   &       0.558   &       0.556   &       0.556   \\
\bottomrule
\end{tabular}
}
